Прошло время, много утекло времени, с тех пор как я написал «Песню и вздохи на тему дня», простое и ясное осознание при звёздах, перед источником потока времени: я нахожусь в правой системе координат, в которой, по установленной Н.А. Козыревым физической реальности, ход времени отрицательный – от будущего к прошлому, противоположный потоку времени «нашего мира» в левой системе координат, в которой поток времени положительный – от прошлого к будущему.
Хотелось долбануть по врагу слева взрывом «Гойда!» – чтобы наша общность без существования Бога, без свободы и бессмертия человека, и ложь, как нарушение моральных и религиозных установлений, «взгаркнула», подобно вороньей стае в рассказе К.Д. Воробьёва «Крик», «и разом взмыла двумя косяками, будто расчленённая ударом кнута». Расчленить на союз одинаково мыслящих, одинаково говорящих людей и на расовых калек, биологических подонков, кощеев с удержанной верой в Христа.
Преобразовать направление течения времени, сделать различие между будущим и прошлым менее отличимым: цезарианское прошлое в будущее. Торжество мощи и порядка, национальная однородность и самобытность, а красота – как доброе и грозное явление. При этом достижения науки и техники, но без риска и нарушения запретов. Тогда «рабы сатаны», демонское множество самозванной цивилизации, имеющие приказ изменять творение Бога, зарыдают и будут выбиты с пути.
Русское Православие – главный принцип обратного размаха, архаики и соборности, которую русская мысль, по наблюдению А.Ф. Лосева, заострила в социальность: «это общее животрепещущее социальное тело, в котором каждая личность не больше как один из бесчисленных органов или клеток, полагание всех сил и самой жизни за народное благо». И далее. Одушевляющую идею русского национализма «как органического интернационального центра передового человечества» (Лосев) уже в XVI в. старец Филофей превратил в формулу «Москва – Третий Рим». При этом поясняется: «Рим – весь мир». Знание этой формулы раскрылось переживанием – Святая Русь.
Русское Православие, как звезда, теряя энергию и снижаясь, пополняет её извне – за счёт энергии времени. Восстановление полной жизни. Процесс уноса смерти. Христос воскресе! – Воистину воскресе!
Мы правдивые! говорили греческие аристократы. И наконец-то отрицательный ход времени в правой системе координат – родная, близкая почва! В последние месяцы 2005 года я узнал, что существует «Русская доктрина» (Сергиевский проект), созданный Центром динамического консерватизма, коллективный труд авторов: экономиста Андрея Кобякова, философа Виталия Аверьянова, писателя Максима Калашникова, с качествами национального достояния, – ход времени от будущего глобализма левых бездарностей к прошлому – торжеству мощи и порядка, национальной однородности и самобытности правых. Я убедился, что «Русская доктрина» как раз побеждает в себе своё время.
Мы побеждаем!
23.02.2007 г.
Раздел I
Голос без недостатков, мощный – вдохновлённая Богом Русь
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)
Глава 1
Центр тяжести поверхности России
И никто так полно не выразил в научной литературе знание России, как Дмитрий Иванович Менделеев в труде «К познанию России». Вплоть до положения центра поверхности всей России, который он определил географическими координатами: северная широта = 63° 29´, восточная долгота от Пулкова = 53° 0´. Центр поверхности всей России к началу XX века лежал, да и лежит, должно быть, на нашем веку – словами Менделеева – между Обью и Енисеем, немного южнее города Туруханска, лежащего в близости от Северного полярного круга… Столь северное положение центра поверхности России определяется тем, что у нас чересчур много берегов Ледовитого океана [3]. Более того, скажем мы, сущий факт центра тяжести поверхности России взывает к центру масс Земли и центру тяжести самой Земли, в соответствии с точным выводом современной науки: «Положение центра тяжести твёрдого тела совпадает с положением его центра масс» [9]. И что мы узнаём: положение центра тяжести Земли удовлетворяет нашему чувству России: «Наша матушка эх да Расея, / Всему свету голова!» [7].
Больше внимания! Вот что знает небесная наука ума, а не безумного атеизма: расположение центра тяжести Земли будет находиться в той части земного шара, где земная кора имеет более тяжёлую массу. А самой тяжёлой частью земного шара в настоящее время является поверхность Земли, находящаяся в Северном полушарии со стороны России! Земля здесь со стороны Северного полюса мира подвергается воздействию силы тяготения некоего космического тела в стороне Полярной звезды. Поэтому центр тяжести Земли смещён от центра тяжести её объёма в сторону Северного Ледовитого океана, который как раз обращён к космическому телу в стороне Полярной звезды. В поле зрения с Земли космическое тело не живёт, радиоактивные лучи живут, которые оно излучает, и его можно «увидеть» из космоса и сфотографировать